Storm-time atmospheric density modeling using neural networks and its application in orbit propagation
Storm-time atmospheric density modeling using neural networks and its application in orbit propagation
Upper atmospheric densities during geomagnetic storms are usually poorly estimated due to a lack of clear understanding of coupling mechanisms between the thermosphere and magnetosphere. Consequently, the orbit determination and propagation for low-Earth-orbit objects during geomagnetic storms have large uncertainties. Artificial neural networks are often used to identify nonlinear systems in the absence of rigorous theory. In the present study, an attempt has been made to model the storm-time atmospheric density using neural networks. Considering the debate over the representative of geomagnetic storm effect, i.e. the geomagnetic indices ap and Dst, three neural network models (NNM) are developed with ap, Dst and a combination of ap and Dst respectively. The density data used for training the NNMs are derived from the measurements of the satellites CHAMP and GRACE. The NNMs are evaluated by looking at: (a) the mean residuals and the standard deviations with respect to the density data that are not used in training process, and (b) the accuracy of reconstructing the orbits of selected objects during storms employing each model. This empirical modeling technique and the comparisons with the models NRLMSIS-00 and Jacchia-Bowman 2008 reveal (1) the capability of neural networks to model the relationship between solar and geomagnetic activities, and density variations; and (2) the merits and demerits of ap and Dst when it comes to characterizing density variations during storms.
558-567
Chen, Hongru
8286469d-afe1-46e5-b107-694017de4d97
Liu, Huixin
698a7cee-9817-48f8-ad75-7a63ef721c2c
Hanada, Toshiya
6a914261-4634-4e52-8605-7c7579869145
1 February 2014
Chen, Hongru
8286469d-afe1-46e5-b107-694017de4d97
Liu, Huixin
698a7cee-9817-48f8-ad75-7a63ef721c2c
Hanada, Toshiya
6a914261-4634-4e52-8605-7c7579869145
Chen, Hongru, Liu, Huixin and Hanada, Toshiya
(2014)
Storm-time atmospheric density modeling using neural networks and its application in orbit propagation.
Advances in Space Research, 53 (3), .
(doi:10.1016/j.asr.2013.11.052).
Abstract
Upper atmospheric densities during geomagnetic storms are usually poorly estimated due to a lack of clear understanding of coupling mechanisms between the thermosphere and magnetosphere. Consequently, the orbit determination and propagation for low-Earth-orbit objects during geomagnetic storms have large uncertainties. Artificial neural networks are often used to identify nonlinear systems in the absence of rigorous theory. In the present study, an attempt has been made to model the storm-time atmospheric density using neural networks. Considering the debate over the representative of geomagnetic storm effect, i.e. the geomagnetic indices ap and Dst, three neural network models (NNM) are developed with ap, Dst and a combination of ap and Dst respectively. The density data used for training the NNMs are derived from the measurements of the satellites CHAMP and GRACE. The NNMs are evaluated by looking at: (a) the mean residuals and the standard deviations with respect to the density data that are not used in training process, and (b) the accuracy of reconstructing the orbits of selected objects during storms employing each model. This empirical modeling technique and the comparisons with the models NRLMSIS-00 and Jacchia-Bowman 2008 reveal (1) the capability of neural networks to model the relationship between solar and geomagnetic activities, and density variations; and (2) the merits and demerits of ap and Dst when it comes to characterizing density variations during storms.
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More information
Accepted/In Press date: 29 November 2013
e-pub ahead of print date: 7 December 2013
Published date: 1 February 2014
Additional Information:
A correction has been attached to this output located at https://doi.org/10.1016/j.asr.2021.06.033 and https://www.sciencedirect.com/science/article/pii/S0273117721005044
Identifiers
Local EPrints ID: 491027
URI: http://eprints.soton.ac.uk/id/eprint/491027
ISSN: 0273-1177
PURE UUID: c088e83a-0dd7-44c3-9011-d06cb4ffd714
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Date deposited: 11 Jun 2024 16:39
Last modified: 26 Jun 2024 02:12
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Author:
Hongru Chen
Author:
Huixin Liu
Author:
Toshiya Hanada
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